What is the minimum number of cuts required to divide a cube into 27 equal smaller cubes?

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Accepted Answer

1. We need 27 equal small cubes, so make a $3	imes3	imes3$ grid.
2. To split a side into 3 parts you need $2$ cuts on that axis.
3. There are 3 axes (length, width, height). So total cuts = $2	imes3=6$.
4. So the minimum number of cuts is 6.

FINAL_ANSWER: c

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